A bag contains 25 paise and 50 paise coins whose total value is Rs.200. If the number of 25 paise coins is 6 times that of 50 paise coins, find the number of each type of coins. About the author Gianna
Step-by-step explanation: 25 paise coins=x 50 paise coins=y x+y=200. (1) y=6x. put y=6x. in equation (1), x+6x=200 7x=200 x=200/7 x=28.57 y=6*28.57=171.42 hence total 25 paise coins=28.57 50 paise coins=171.42 Reply
Answer: Total amount in the bag = Rs. 30=3000 paise Let the number of 50 paise coins be x Then the number of 25 paise coins =4x Now, according to the question 25(4x)+50x=3000 100x+50x=3000 150x=3000 x= 150 3000 x=20 4x=80 Therefore, number of 50 paise coins =20 Number of 25 paise coins =80 Step-by-step explanation: Hope it will help you!!!!! Reply
Step-by-step explanation:
25 paise coins=x
50 paise coins=y
x+y=200. (1)
y=6x.
put y=6x. in equation (1),
x+6x=200
7x=200
x=200/7
x=28.57
y=6*28.57=171.42
hence total 25 paise coins=28.57
50 paise coins=171.42
Answer:
Total amount in the bag = Rs. 30=3000 paise
Let the number of 50 paise coins be x
Then the number of 25 paise coins =4x
Now, according to the question
25(4x)+50x=3000
100x+50x=3000
150x=3000
x=
150
3000
x=20
4x=80
Therefore, number of 50 paise coins =20
Number of 25 paise coins =80
Step-by-step explanation:
Hope it will help you!!!!!